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Measures of Central Tendency: Mean Medium Mode

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Measures of Central Tendency: Mean Medium Mode
Measures Of Central Tendency: Mean Medium Mode

Mode instead of mean… Categorical variables, words not numbers

Measures of Dispersion: Standard Deviation, Range, and Variables

Range = Largest number minus smallest number

SD = Average Distance from the Mean (Most frequently used)

Variance:

Fat & Skinny Distributions: Skewness – measure of the lack of symmetry, or the lopsidedness of a distribution. One “tail” of the distribution is longer than another.

Kurtosis: has to do with how flat or peaked a distribution appears/
Platykurtic: flat
Leptokurtic: peake

Hypotheses

Null Hypothesis: There is NO RELATIONSHIP between our IV and DV
Non-Directional Hypothesis:
Directional Hypothesis: We believe we know the direction

What makes a good hypothesis? Testable Can’t be in a question Tell a relationship between Stated in a declarative form Brief and to the point
Reflects theory or past literature
Tells a relationship between variables

The Normal Curve The Bell Shaped Curve Mean=Median=Mode
Symmetrical
Asymmetric Curve

Statistical Inference

The Central Limits Theorem: When samples are large (above 30) the sampling distribution will take the shape of a normal distribution regardless of the shape of the population

Ultimate Goal Accepting or Rejecting the NULL hypothesis

Accept or Reject? We accept a null hypothesis when the significance level greater than .05 Reject when less than .05

Confidence Intervals First you have to know three things:
Statistical inference: the process of using sample statistics to estimate population parameters.
Confidence level: the probability that a population parameter lies within a given confidence interval
Confidence interval: the range of values in which the population parameter is estimated to fall.

A statistic is an estimate of a parameter But the statistic will rarely equal the parameter exactly. Because of sample error

If our mean

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